Subject of a Formula
Linear Lines
Polynomial Multiplication
Definitions
PEMDAS
100

Y = mx + 3, m = This

m= (y-3)/x

100

y = 7x + 8, will intercept the y axis at this point.

(0,8)

100

(x + 1) (x - 4) = This

x- 3x - 4

100

In 4x, the 4 is this.

The coefficient

100

(-7 x 6) + 36 -22 = This

-10

200

2y = 4x + b, b = This

b = 2y - 4x

200

y = 4x + 4, will intercept the x axis at this point.

(-1,0)

200

(2x + 5) (3x + 4) = This

6x2 + 23x + 20

200

A triangle with a right angle

A right triangle

200

(4+5)2 - 42 = This

39

300

3y + 3 = mx + 8, x = This

x = (3y - 5)/m

300

A line that passes through these points (3 , 7) and (9 , 21), will have a slope of this.

slope = 7/3

300

(-3x + 4) (5x - 2) = This

-15x2 +26x - 8

300

1/3, 50%, and .75 are all these.

Ratios
300

(-4 + 5 x 9) - (42 / 2 - 10) = This

30

400

5y - 4 = 3mx - 7b, m = This

m = (5y - 4 + 7b)/3x

400

y + 5 = 3x + 2 Will intercept the x axis at this point.

(1,0)
400

(-4x - 7) (5x - 8) = This

-20x2 - 3x + 56

400

(3x+4) and (2x+5) are examples of these.

Binomials

400

[(3 + 5 x 8) - 5 x 4)] - 10 = This

13
500

7y + 5a = 3mb - 2c, c = This

c = (7y + 5a - 3mb)/-2

500

y = x - 3 and y = -x + 3 intersect at this point.

(3,0)

500

(2x2 - 4) (x + 5) = This

2x3 + 10x2 - 4x - 20

500

The equation that gives us the missing length of a right triangle is called this.

Pythagorean's theorem

500

(3 - 62 / 4) + 2.5 x 2 - 102 = This

-101

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